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Composition of Forces

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Composition of Forces 

the operation of finding the vector quantity R equal to the vector sum of the vectors representing the forces of a given system. R is known as the resultant of the system of forces. The operation is performed according to the rule for addition of vectors—in particular, by plotting a polygon of forces. The mechanical meaning of the quantity R is determined by theorems of statics and dynamics. Thus, if the system of forces acting on a solid has a resultant, the system is equivalent to the resultant. When any mechanical system moves, its center of mass moves as would a point mass whose mass is equal to the mass of the entire system and is under the action of a force equal to the resultant of the external forces acting on the system.



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If, with a crushed heart and eyes half blinded by the mist of tears, she were to walk with a too-devious step through a door-place, she might crush her buckram sleeves too, and the deep consciousness of this possibility produces a composition of forces by which she takes a line that just clears the door-post.
 
 
 
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